{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "144\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "\n",
    "f = open(\"e://iladata1.csv\", encoding='utf-8')  # 返回一个文件对象\n",
    "\n",
    "line = f.readline()  # 调用文件的 readline()方法\n",
    "first = True\n",
    "result = []\n",
    "while line:\n",
    "    if first:\n",
    "        first = False\n",
    "    else:\n",
    "        ds = line.split(',')\n",
    "        if ((ds[3] == '1') and (ds[6] == '1')):\n",
    "            result.append(int(ds[4][0:2],16))\n",
    "            result.append(int(ds[4][2:4],16))\n",
    "            result.append(int(ds[4][4:6],16))\n",
    "            result.append(int(ds[4][6:8],16))\n",
    "    line = f.readline()\n",
    "\n",
    "print(len(result))        \n",
    "\n",
    "\n",
    "ypoints = np.array(result[0:128])\n",
    "\n",
    "plt.plot(ypoints, linestyle = 'solid')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "f.close()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
